坐标动量几率相关分布的辛普森法研究

用辛普森法研究了不同体系的粒子在动量空间和坐标空间的几率分布的相关性及坐标和动量的分布宽度之积与宽度内所含几率的关系。     

Milestone of the meridian science──970th anniversary of the Chinese Bronze Statue of Meridian

For more than a thousand years, Chinese people were aware of the transmitted sensations by the application of needles on the body surface. This practice is called acupuncture. Acupuncture had been recorded and transcribed in writings and in drawings, until finally the acupoints were inscribed onto a bronze statue. The bronze statue was called the Meridian Figure. Deeply embodied in the bronze statue is a tripartite confrontation-prism representation of the humans body. This concept was a great scientific achievement in ancient China. The author traces the history of Meridian science described in traditional Chinese medical terms. Then he explores a clear analogy of the meridian pathway (MP) phenomenon. In a model system, by using a simple segmental in vertebrate, certain parallels can be demonstrated with the meridian concept. For example, the author demonstrated a clear correlation rule among the central mechano-sensory channels, and characteristics of positional discrimination in individual nerve cells from different receptive field inputs. The evidence suggests that the MP phenomenon is an objective neurobiological response. To clarify the research objective in this paper, the author suggests that the MP is a bi-directional pathway along which a positional message signal is transmitted. This phenomenon is evoked by physical stimulation, transmitted linearly across the human body segments, and is perceived by the brain. The MP consists of low resistance paths, is connected by the liquid media contained in the apposite membranous structure. At the cellular level, the regulation functions of MP must pass through along this low resistance path. Two aspects of the modern Meridian research are the functional regulation and the mechanism of intercellular liquid modulation at the nanometer level.     

终周期双峰映射拓扑熵的计算

利用符号动力学的揉理论,讨论双峰映射拓扑熵的计算．对于具有重要意义的终周期揉序列对,给出了决定其拓扑熵的揉行列式的解析表达式．     

THE TYPE OF A CLASS OF VILENKIN CONVOLUTION OPERATORS

在满足第二个数公理的零紧Ａｂｅｌ群Ｇ的空间Ｌ（Ｇ）中研究了一类Ｖｉｌｅｎｋｉｎ卷积算子的性质．该类算子包括Ｖｉｌｅｎｋｉｎ－Ｆｏｕｒｉｅｒ级数的部份和、Ｆｅｊｅｒ平均等作为特例．文中证明了这类算子是弱（１,１）型和强（ｑ,ｑ）型的,１＜ｑ＜∞．     

高等级公路施工测量

讨论全站仪配合ＰＣ－Ｅ５００袖珍计算机使用统一坐标系统进行高等级公路施工测量,重点分析高等级公路施工阶段,控制点、细部点的坐标计算方法和测设方法．     

用非对称零标架研究Vaidya-Bonner-de Sitter黑洞Dirac粒子的热辐射

用一种非对称零标架研究了Vaidya-Bonner-de Sitter黑洞的Dirac方程，对所得方程的各项系数进行了讨论，得出了黑体谱、Hawking温度与视界表面引力．     

MA技术在IDC的分布式网管中的应用

网络管理在今天迅速发展的网络环境中是一个关键方面，传统的集中式管理方法在可扩展性、可靠性、灵活性方面存在一定的不足．网管站派遣移动代理到各被管节点上去收集数据和执行网管操作。这样可以减少网络上不必要的中间数据传输，从而可以明显地节省网络带宽并减小网络延迟．通过移动代理将管理智能分布到网元，降低了网管平台的开销和网络负荷，可改善网管系统的可扩展性．文章探讨了采用移动代理解决网络管理中存在服务器性能瓶颈和负载平衡问题的方法．     

模归约算法的数学基础研究

 多项式模归约算法是计算机代数中的基本问题之一,在编码算法和密码体制设计中有着广泛应用.提出了模归约算法中的2类基本算子:字归约算子、半字归约算子,并进一步证明了2类算子的计算量具有某种形式的不变量(如果满足一定的条件),从而证明了模归约算法计算量的线性性质,为其算法设计和分析提供了理论基础.还通过实例给出了2个算子在ECC和AES密码算法中的一些应用.     

斜板桥的康托洛维奇解法

采用康托洛维奇解法求解了有2个自由边的斜板桥弯曲问题.在斜坐标系(uov)下,采用在u方向用广义梁函数,在v方向用常微分方程的解法推导了问题的基本公式,给出了数值计算结果.结果表明,用康托洛维奇解法求解斜板桥是可行的.且由于该解法中有一部分是通过欧拉方程求得的严格解,故它比里兹法的解更精确.     

白鹭和牛背鹭肠蛋白酶理化特性的研究

对白鹭(Egretta garzetta)和牛背鹭(Bubulcus ibis)雏鸟肠蛋白酶进行研究.两种鹭类的肠蛋白酶存在着许多共同的理化特性,包括分子量(39.4 kD)、等电点(5.4~7.5)、耐热性、抗冻融能力、最适温度(65℃)、最适 pH(9.0 和 8.6)等,而且两种鹭类的肠道蛋白酶对重金属离子Ag+和Hg2+、EDTA、或 Ca2+ 和 Mg2+ 的影响也表现出相同的反应.白鹭和牛背鹭的肠蛋白酶比活力存在着不显著的差异(1.63±0.62SE和 2.21±0.80SE)( 'P>0.05).白鹭和牛背鹭肠道蛋白酶为中性蛋白酶.活性中心的研究表明:两种鹭类的肠道蛋白酶的活性中心都含有色氨酸和丝氨酸残基,但是不含精氨酸、半胱氨酸和氨基,因此,主要为丝氨酸蛋白酶.